首页> 外文期刊>Journal of industrial and management optimization >NONSMOOTH OPTIMIZATION OVER THE (WEAKLY OR PROPERLY) PARETO SET OF A LINEAR-QUADRATIC MULTI-OBJECTIVE CONTROL PROBLEM: EXPLICIT OPTIMALITY CONDITIONS
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NONSMOOTH OPTIMIZATION OVER THE (WEAKLY OR PROPERLY) PARETO SET OF A LINEAR-QUADRATIC MULTI-OBJECTIVE CONTROL PROBLEM: EXPLICIT OPTIMALITY CONDITIONS

机译:线性二次方多目标控制问题的(弱或适当)Pareto集上的非光滑优化:显式最优条件

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摘要

We present explicit optimality conditions for a nonsmooth functional defined over the (properly or weakly) Pareto set associated with a multi-objective linear-quadratic control problem. This problem is very difficult even in a finite dimensional setting , i.e. when, instead of a control problem, we deal with a mathematical programming problem. Amongst various applications, our problem may be considered as a response for a decision maker when he has to choose a solution over the solution set of the grand coalition p-player cooperative differential game.
机译:我们提出了在(多或少)帕累托集上定义的与多目标线性二次控制问题相关的非光滑函数的显式最优性条件。即使在有限的尺寸设置中,即当我们代替控制问题来处理数学编程问题时,该问题也非常困难。在各种应用程序中,当决策者不得不从大联盟p玩家合作差分游戏的解决方案集合中选择解决方案时,我们的问题可能被视为决策者的回应。

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